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# C-vine simulation as in Joe (2011, Chapter 7, Vine Copula Handbook),
cvinesim=function(N,param,qcondcop12,qcondcop13,qcondcop23,
tau2par12,tau2par13,tau2par23)
{ tau12=param[1]
tau13=param[2]
tau23=param[3]
th12=tau2par12(tau12)
th13=tau2par13(tau13)
th23=tau2par23(tau23)
d=3
p=runif(N*d)
p=matrix(p,nrow=N)
u=matrix(0,N,d)
u[,1]=p[,1]
u[,2]=qcondcop12(p[,2],p[,1], th12)
ttem=p[,3]
ttem=qcondcop23(ttem, p[,2], th23)
ttem=qcondcop13(ttem, p[,1], th13)
u[,3]=ttem
u
}
rgammaShifted=function(n,shape,scale,thres)
{ rgamma(n, shape, 1/scale) + thres }
rVineCopulaREMADA.beta=function(N,p,g,taus,omega1,omega0,qcondcop12,qcondcop13,
qcondcop23,tau2par12,tau2par13,tau2par23)
{ a=p/g-p
b=(1-p)*(1-g)/g
dat=cvinesim(N,taus,qcondcop12,qcondcop13,qcondcop23,
tau2par12,tau2par13,tau2par23)
u1=dat[,1]
u2=dat[,2]
u3=dat[,3]
x1=qbeta(u1,a[1],b[1])
x2=qbeta(u2,a[2],b[2])
x3=qbeta(u3,a[3],b[3])
n=round(rgammaShifted(N,shape=1.2,scale=100,thres=30))
probTP=(1-omega1)*x3*x1
probFN=(1-omega1)*x3*(1-x1)
probFP=(1-omega0)*(1-x3)*(1-x2)
probTN=(1-omega0)*(1-x3)*x2
probNEP=omega1*x3
probNEN=omega0*(1-x3)
prob=cbind(probTP,probFN,probFP,probTN,probNEP,probNEN)
out=data.frame(rmultinomial(N, size = n, prob = prob))
names(out)=c("TP","FN","FP","TN","NEP","NEN")
out
}
rVineCopulaREMADA.norm=function(N,p,si,taus,omega1,omega0,qcondcop12,qcondcop13,
qcondcop23,tau2par12,tau2par13,tau2par23)
{ dat=cvinesim(N,taus,qcondcop12,qcondcop13,qcondcop23,
tau2par12,tau2par13,tau2par23)
u1=dat[,1]
u2=dat[,2]
u3=dat[,3]
mu=log(p/(1-p))
x1=qnorm(u1,mu[1],si[1])
x2=qnorm(u2,mu[2],si[2])
x3=qnorm(u3,mu[3],si[3])
t1=exp(x1)
t2=exp(x2)
t3=exp(x3)
x1=t1/(1+t1)
x2=t2/(1+t2)
x3=t3/(1+t3)
n=round(rgammaShifted(N,shape=1.2,scale=100,thres=30))
probTP=(1-omega1)*x3*x1
probFN=(1-omega1)*x3*(1-x1)
probFP=(1-omega0)*(1-x3)*(1-x2)
probTN=(1-omega0)*(1-x3)*x2
probNEP=omega1*x3
probNEN=omega0*(1-x3)
prob=cbind(probTP,probFN,probFP,probTN,probNEP,probNEN)
out=data.frame(rmultinomial(N, size = n, prob = prob))
names(out)=c("TP","FN","FP","TN","NEP","NEN")
out
}
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